Eiersammler für pelagische Laicher

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    • Hallo Rainer

      Ich habe mir vor etwa zwei Jahren einen Eiersammler gebaut.
      Das war eigentlich nur als Versuch gedacht, funktionierte aber überraschend gut. Leider hatte ich keine Freilaicher um es ausgiebiger zu testen.
      Vor kurzem hatte ich den Prototyp noch in der Hand, ich mal schauen wo er ist dann kann ich Bilder davon einstellen.

      MfG Torsten
    • Hallo

      der Workshop ist gelaufen nachstehend ein paar Bilder

      [img]http://i58.photobucket.com/albums/g254/Kathy55g/20160813_192817.jpg[/img]

      [img]http://i58.photobucket.com/albums/g254/Kathy55g/20160813_191856.jpg[/img]

      [img]http://i58.photobucket.com/albums/g254/Kathy55g/20160813_192052.jpg[/img]

      [img]http://i58.photobucket.com/albums/g254/Kathy55g/20160813_192148.jpg[/img]

      [img]http://i58.photobucket.com/albums/g254/Kathy55g/20160813_192249.jpg[/img]



      Das Rohr hat den Durchmesser 3/4 Zoll, des geklebte Netz an den Seiten 250 µm, könnte aber auch bis 600 µm gehen, abhängig von der Größe der zu sammelnden Eier.
      Das ganze schwebt im Aquarium und das Außenrohr geht bis kurz unter die Wasseroberfläche, das Innenrohr geht knapp über den Wasserspiegel. Am einlass wird ein Luftschlauch angebracht. Das Wasser und die pelagischen Eier werden von der Wasseroberfläche abgezogen und in Sammler gespült. Durch das Netz trittdas überschüssige Wasser aus und die eier bleiben drin.


      Bei dem Netz handels es sich um ein Polyestergewebe.


      Das Netz wurde mit folgendem Kleber befestigt:

      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[/img]
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